This is an extreme close-up photograph of my class ring. I chose to graph the blue jewel at the top, as it formed a perfect ellipse.
Equation of the graph:[(x^2)/4] + [(y^2)/9] = 1
Domain:[-3,3] Range:[-2, 2] Discontinuities:None Symmetry:Symmetry across the x- and y- axis. Even, Odd, or neither:Even
[{(-x)^2}/4] + [9y^2)/9] = [(x^2)/4] + [(y^2)/9] End Behavior:Does Not Exist
Equation of the graph: [(x^2)/4] + [(y^2)/9] = 1
Domain: [-3,3]
Range: [-2, 2]
Discontinuities: None
Symmetry: Symmetry across the x- and y- axis.
Even, Odd, or neither: Even
[{(-x)^2}/4] + [9y^2)/9] = [(x^2)/4] + [(y^2)/9]
End Behavior: Does Not Exist